atw 2018-04v6
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<strong>atw</strong> Vol. 63 (<strong>2018</strong>) | Issue 4 ı April<br />
| | Fig. 1.<br />
SCWL Coolant Maximum Temperature in LOFA.<br />
| | Fig. 2.<br />
Left: Experimental loop facility THESYS at KALLA showing location where the inter wrapper flow<br />
experiment (see Figure 3) will be installed; right: flow diagram for the IWF tests with four parallel<br />
channels; the valves V2.1-V2.3 control the flow through the assemblies Q1-Q3. V.2.4 controls the<br />
flow in the gap [8].<br />
location where the IWF experiment<br />
will be installed is shown in Figure 2<br />
left. Figure 2 right shows the flow<br />
diagram of the IWF tests with four<br />
parallel channels representing the<br />
three assemblies (Q1-Q3) and the gap<br />
( illustrated by the box containing<br />
Q1-Q3). The flow and temperature<br />
within each assembly and the gap can<br />
be set individually by choosing valve<br />
openings (V2.1-V2.4) and heating<br />
rates according to the KALLA test<br />
matrix. Figure 3 shows the geometry<br />
of the IWF test section.<br />
and mesh resolution for the thermoshydraulic<br />
investigation of the gap and<br />
the bundle. In particular, we include<br />
the upstream components to verify<br />
their influence on the flow field within<br />
the test section. We employ the k-ε<br />
turbulence model and the commercial<br />
CFD-code Star CCM+. Our first<br />
studied case (i) focuses on the gap<br />
| | Fig. 3.<br />
Geometry of the IWF test section, dimensions are in mm, the heated part<br />
of the bundle is marked red on the left side of the figure, 600 mm, [8].<br />
flow and our second case (ii) on the<br />
fuel assembly. For the study of case (i)<br />
a computational domain including<br />
the lower flow distributer, riser pipe<br />
( including venture tube), upper flow<br />
vessel, and the gap are considered (for<br />
corresponding technical drawings of<br />
components refer to Figure 3). For the<br />
study of case (ii) the computational<br />
domain includes the lower flow distributer,<br />
riser pipe (including venture<br />
tube), one inlet expansion and a single<br />
7-pin bundle. Flow properties of the<br />
liquid metal Lead-Bismuth eutectic at<br />
200 °C are employed. Note that corresponding<br />
upstream pipes and flow<br />
conditioners are modelled so that<br />
all relevant geometric details are<br />
captured. Quantifying the effect of<br />
the flow conditioning sections is<br />
important for future simulations, as it<br />
would enable the use of a simpler<br />
computational domain, which still<br />
provides accurate results. In the future<br />
post-test analysis, the smallest representative<br />
computational domain (e.g.,<br />
potentially without flow conditioner<br />
etc.) will be used to compose a fully<br />
coupled thermos-hydraulic simulation<br />
of the three bundles including<br />
the IWF in the gap. Figures 4 left<br />
and right show the computational<br />
domains for the pre-test studies<br />
OPERATION AND NEW BUILD 227<br />
2 Numerical study<br />
A comprehensive analysis of the<br />
experiment requires efficient simulations.<br />
In the pre-test analysis of the<br />
hydraulics separate simulations of the<br />
gap region and the fuel assembly are<br />
performed. In a first step, we determine<br />
suitable computational domains<br />
| | Fig. 4.<br />
Computational domain for IWF-gap (left) and bundle (right) including the upstream domains.<br />
Operation and New Build<br />
Numerical Analysis of MYRRHA Inter- wrapper Flow Experiment at KALLA ı Abdalla Batta and Andreas G. Class